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The length calculation is now correct. This had not effect previously as NodesOf is lenient in how it handles mis-estimated iterator lengths.
212 lines
5.9 KiB
Go
212 lines
5.9 KiB
Go
// Copyright ©2015 The Gonum Authors. All rights reserved.
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// Use of this source code is governed by a BSD-style
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// license that can be found in the LICENSE file.
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package graph_test
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import (
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"math"
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"testing"
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"gonum.org/v1/gonum/graph"
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"gonum.org/v1/gonum/graph/iterator"
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"gonum.org/v1/gonum/graph/simple"
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"gonum.org/v1/gonum/mat"
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)
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type weightedDirectedBuilder interface {
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graph.WeightedBuilder
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graph.WeightedDirected
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}
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var weightedDirectedGraphs = []struct {
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skipUnweighted bool
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g func() weightedDirectedBuilder
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edges []simple.WeightedEdge
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absent float64
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merge func(x, y float64, xe, ye graph.Edge) float64
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want mat.Matrix
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}{
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{
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g: func() weightedDirectedBuilder { return simple.NewWeightedDirectedGraph(0, 0) },
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edges: []simple.WeightedEdge{
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{F: simple.Node(0), T: simple.Node(1), W: 2},
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{F: simple.Node(1), T: simple.Node(0), W: 1},
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{F: simple.Node(1), T: simple.Node(2), W: 1},
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},
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want: mat.NewSymDense(3, []float64{
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0, (1. + 2.) / 2., 0,
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(1. + 2.) / 2., 0, 1. / 2.,
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0, 1. / 2., 0,
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}),
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},
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{
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g: func() weightedDirectedBuilder { return simple.NewWeightedDirectedGraph(0, 0) },
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edges: []simple.WeightedEdge{
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{F: simple.Node(0), T: simple.Node(1), W: 2},
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{F: simple.Node(1), T: simple.Node(0), W: 1},
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{F: simple.Node(1), T: simple.Node(2), W: 1},
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},
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absent: 1,
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merge: func(x, y float64, _, _ graph.Edge) float64 { return math.Sqrt(x * y) },
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want: mat.NewSymDense(3, []float64{
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0, math.Sqrt(1 * 2), 0,
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math.Sqrt(1 * 2), 0, math.Sqrt(1 * 1),
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0, math.Sqrt(1 * 1), 0,
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}),
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},
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{
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skipUnweighted: true, // The min merge function cannot be used in the unweighted case.
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g: func() weightedDirectedBuilder { return simple.NewWeightedDirectedGraph(0, 0) },
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edges: []simple.WeightedEdge{
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{F: simple.Node(0), T: simple.Node(1), W: 2},
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{F: simple.Node(1), T: simple.Node(0), W: 1},
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{F: simple.Node(1), T: simple.Node(2), W: 1},
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},
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merge: func(x, y float64, _, _ graph.Edge) float64 { return math.Min(x, y) },
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want: mat.NewSymDense(3, []float64{
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0, math.Min(1, 2), 0,
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math.Min(1, 2), 0, math.Min(1, 0),
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0, math.Min(1, 0), 0,
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}),
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},
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{
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g: func() weightedDirectedBuilder { return simple.NewWeightedDirectedGraph(0, 0) },
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edges: []simple.WeightedEdge{
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{F: simple.Node(0), T: simple.Node(1), W: 2},
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{F: simple.Node(1), T: simple.Node(0), W: 1},
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{F: simple.Node(1), T: simple.Node(2), W: 1},
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},
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merge: func(x, y float64, xe, ye graph.Edge) float64 {
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if xe == nil {
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return y
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}
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if ye == nil {
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return x
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}
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return math.Min(x, y)
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},
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want: mat.NewSymDense(3, []float64{
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0, math.Min(1, 2), 0,
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math.Min(1, 2), 0, 1,
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0, 1, 0,
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}),
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},
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{
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g: func() weightedDirectedBuilder { return simple.NewWeightedDirectedGraph(0, 0) },
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edges: []simple.WeightedEdge{
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{F: simple.Node(0), T: simple.Node(1), W: 2},
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{F: simple.Node(1), T: simple.Node(0), W: 1},
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{F: simple.Node(1), T: simple.Node(2), W: 1},
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},
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merge: func(x, y float64, _, _ graph.Edge) float64 { return math.Max(x, y) },
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want: mat.NewSymDense(3, []float64{
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0, math.Max(1, 2), 0,
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math.Max(1, 2), 0, math.Max(1, 0),
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0, math.Max(1, 0), 0,
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}),
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},
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}
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func TestUndirect(t *testing.T) {
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for i, test := range weightedDirectedGraphs {
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if test.skipUnweighted {
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continue
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}
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g := test.g()
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for _, e := range test.edges {
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g.SetWeightedEdge(e)
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}
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src := graph.Undirect{G: g}
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nodes := graph.NodesOf(src.Nodes())
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dst := simple.NewUndirectedMatrixFrom(nodes, 0, 0, 0)
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for _, u := range nodes {
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for _, v := range graph.NodesOf(src.From(u.ID())) {
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dst.SetEdge(src.Edge(u.ID(), v.ID()))
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}
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}
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want := unit{test.want}
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if !mat.Equal(dst.Matrix(), want) {
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t.Errorf("unexpected result for case %d:\ngot:\n%.4v\nwant:\n%.4v", i,
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mat.Formatted(dst.Matrix()),
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mat.Formatted(want),
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)
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}
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}
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}
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func TestUndirectWeighted(t *testing.T) {
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for i, test := range weightedDirectedGraphs {
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g := test.g()
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for _, e := range test.edges {
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g.SetWeightedEdge(e)
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}
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src := graph.UndirectWeighted{G: g, Absent: test.absent, Merge: test.merge}
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nodes := graph.NodesOf(src.Nodes())
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dst := simple.NewUndirectedMatrixFrom(nodes, 0, 0, 0)
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for _, u := range nodes {
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for _, v := range graph.NodesOf(src.From(u.ID())) {
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dst.SetWeightedEdge(src.WeightedEdge(u.ID(), v.ID()))
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}
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}
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if !mat.Equal(dst.Matrix(), test.want) {
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t.Errorf("unexpected result for case %d:\ngot:\n%.4v\nwant:\n%.4v", i,
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mat.Formatted(dst.Matrix()),
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mat.Formatted(test.want),
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)
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}
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}
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}
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type unit struct {
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mat.Matrix
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}
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func (m unit) At(i, j int) float64 {
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v := m.Matrix.At(i, j)
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if v == 0 {
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return 0
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}
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return 1
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}
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var nodeIteratorPairTests = []struct {
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a, b graph.Nodes
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len int
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}{
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{a: graph.Empty, b: graph.Empty, len: 0},
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{a: iterator.NewOrderedNodes(nil), b: iterator.NewOrderedNodes(nil), len: 0},
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{a: iterator.NewOrderedNodes([]graph.Node{simple.Node(0)}), b: graph.Empty, len: 1},
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{a: graph.Empty, b: iterator.NewOrderedNodes([]graph.Node{simple.Node(0)}), len: 1},
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{a: iterator.NewOrderedNodes([]graph.Node{simple.Node(0)}), b: iterator.NewOrderedNodes([]graph.Node{simple.Node(0)}), len: 1},
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{a: iterator.NewOrderedNodes([]graph.Node{simple.Node(0)}), b: iterator.NewOrderedNodes([]graph.Node{simple.Node(1)}), len: 2},
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{a: iterator.NewOrderedNodes([]graph.Node{simple.Node(0), simple.Node(1)}), b: iterator.NewOrderedNodes([]graph.Node{simple.Node(1)}), len: 2},
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{a: iterator.NewOrderedNodes([]graph.Node{simple.Node(1)}), b: iterator.NewOrderedNodes([]graph.Node{simple.Node(0), simple.Node(1)}), len: 2},
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}
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func TestNodeIteratorPair(t *testing.T) {
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for _, test := range nodeIteratorPairTests {
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it := graph.NewNodeIteratorPair(test.a, test.b)
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for i := 0; i < 2; i++ {
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n := it.Len()
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if n != test.len {
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t.Errorf("unexpected length of iterator construction/reset: got:%d want:%d", n, test.len)
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}
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for it.Next() {
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n--
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}
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if n != 0 {
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t.Errorf("unexpected remaining nodes after iterator completion: got:%d want:0", n)
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}
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it.Reset()
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}
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}
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}
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